Follow the money in a 100-share example
Buy 100 shares of a hypothetical ETF for $100 each, spending $10,000. Over one year, the fund pays $6 per share, so you receive $600. Keep that money as cash. You buy no more shares and sell none. Ignore taxes and trading costs, and suppose the price at year-end is $92 per share.
Scroll wide tables sideways. Keyboard: focus the table, then use the arrow keys.
| Item | Calculation | Amount |
|---|---|---|
| Initial investment | $100 × 100 shares | $10,000 |
| Year-end share value | $92 × 100 shares | $9,200 |
| Cash distributions | $6 × 100 shares | $600 |
| Shares plus cash | $9,200 + $600 | $9,800 |
| Gain or loss | $9,800 − $10,000 | −$200 |
You still have 100 shares, now worth $9,200 at that price. Their value has fallen $800. The $600 paid out makes up part of that fall, leaving you $200 short of the amount you invested.
Counting both the cash and the remaining shares gives the holding-period total return: ($9,200 + $600 − $10,000) ÷ $10,000 = −2%. The price change alone is −8%. The cash alone equals 6% of the original investment. Neither number on its own describes the whole result.
Spending the cash does not change the fact that the investment paid it to you. It changes what remains in your account. The table combines the ending shares with all cash received; it is not the balance you would see after using that cash to pay bills.
A higher payout yield can come from a lower price
Return to our account. The past year's payment was $6 per share and the ending price was $92. Dividing $6 by $92 gives about 6.52%, the distribution yield at that price. It answers how large the past cash payment is relative to the price. The total result, including the shares' lost value, is still −2%.
The same $6 payment gives a 6% yield at a $100 price, but 7.5% at an $80 price. The fund has paid no more money; the price used in the division is simply lower. A rising distribution yield does not by itself show that the fund is earning more.
Check which payments a quoted yield uses. Some figures add the past 12 months. Others multiply the latest month's payment by 12. A $0.50 monthly payment gives $6 under the second method, but the calculation does not promise that each of the next eleven payments will also be $0.50.
Where the payment comes from matters
A stock is a share of ownership in a company. When the company pays some profits to its owners, that payment is a dividend. An ETF holding stocks can receive those dividends. If it holds bonds, it can receive interest on money lent to borrowers. It can also make a profit by selling an investment for more than it cost; that is a realised gain.
These can all provide money for distributions. Depending on the product and legal framework, payments can also return part of the money investors put in. US fund documents may call this “return of capital.” That label and its tax treatment do not automatically apply to a fund or taxpayer elsewhere.
“Monthly-paying” tells you the schedule. To understand what supports the payments, read the fund's distribution notices and its prospectus, the document explaining its investments and risks. Funds paying similar amounts can own very different things. This month's payment is not a promise of the next one.
Receiving $50 monthly can fit monthly bills more conveniently than $600 once. The total is still $600. Splitting a payment into more instalments does not increase it. Actual funds also differ in holdings, costs and when money can be reinvested, so this timing example does not compare two real products.
Compare the same period on the same basis
Our −2% example leaves distributions in cash. Reinvestment changes the share count. If $600 buys six additional shares at $100, subsequent price changes apply to 106 shares. Include those six in the ending value of your shares and then add the same $600 as cash, and you have counted it twice.
Before comparing performance tables, check whether distributions were reinvested, whether returns use NAV or market prices, and which dates are covered. A price-only chart leaves out the cash paid. Read its calculation note first; otherwise you may be comparing a fund’s total return with another fund’s change in share price.
For your own account, align the dates for purchases, additional deposits, withdrawals, distributions and current value. Trading during the period makes the calculation more involved than our single-purchase example. Also keep the full distribution before tax separate from the cash you receive after tax has been withheld. Tax treatment depends on the market, investor and account; no universal tax rate is assumed here.
Monthly cash can be useful for paying bills. As you spend it, keep an eye on the amount still invested: regular payments do not guarantee either the value of your shares or the next distribution.
About the examples
The ETF, prices and payouts are fictional. The first table holds the original share count for a year, keeps distributions in cash and excludes tax and trading costs. The ex-distribution and reinvestment examples state their separate assumptions. These are not payout forecasts or tax advice. Korean guide to ETF distributions. Editorial policy.